AU 9202 Solid Mechanics Syllabus download

AU9202 SOLID MECHANICS L T P C
3 1 0 4

UNIT I AXIAL LOADING 12

Stresses and strains – Hooke’s law – stress and strain diagrams - elastic constants
– statically determinate and indeterminate problems in tension & compression –
thermal stresses – impact loading.
UNIT II STRESSES IN BEAMS 10
Shear force & bending moment diagrams – bending stresses – shear stress variation
in beams of symmetric sections – beams of uniform strength.

UNIT III DEFLECTION OF BEAMS 12
Double integration method – Macaulay’s method – moment area method – conjugate
beam method – principle of superposition – Strain Energy in axial, bending, torsion
and shear loadings. Castigliano’s theorems and their applications.

UNIT IV TORSION – SPRINGS – COLUMNS 14
Torsion of solid and hollow circular shafts – shear stress variation – power
transmission in shafts – open and closed-coiled helical springs – stresses in helical
springs – classification of columns – Euler buckling – columns with different end
conditions.

UNIT V BIAXIAL STRESSES 12
Stresses in thin-walled pressure vessels – combined bending, torsion and axial
loading of circular shafts – Mohr’s circle and its construction – determination of
principal stresses.


TEXT BOOK
1. Gere & Timoshenko, ‘Mechanics of Materials’, McGraw Hill, 1993
2. William Nash, Strength of Materials, Tata McGraw Hill, 2004
REFERENCES:
1. Dym,C.L., and Shames,I.H., ‘Solid Mechanics’, McGraw Hill, Kogakusha, Tokyo,
1973.
2. Stephen Timoshenko, ‘Strength of Materials’, Vol I & II, CBS Publishers and
Distributors, Third Edition.
3. R.K.Rajput, ‘Strength of Materials’, S. Chand and Co., 1999.
4. Timoshenko,S. and Young,D.H., Elements of Strength of Materials,
T.Van Nostrand Co. Inc., Princeton, N.J., 1977.

Tweet